Given that
There is a set written in the form of {x|0 < x≤ 3} and we have to write it in the interval form.
Explanation -
In interval notation, we write the numbers that show the representation of the set on the number line.
Few points to remember -
[tex]\begin{gathered} If\text{ a set contains the sign}\leq or\ge\text{ it means we will have a closed interval} \\ and\text{ if it contains sign}\text{ it means we have open interval.} \\ \\ Closed\text{ interval is represented as \lbrack and \rbrack} \\ Open\text{ interval is represented as \lparen and \rparen} \end{gathered}[/tex]The given set is {x|0 < x≤ 3}
Hence the interval notation will be (0, 3]
Final answer - The final answer is (0, 3]
